Let s, be the symmetric group of in letters. there exists an onto group homomorphism (a) from s, to s, 1. (b) from s, to s, (c) from s, to z/5 (d) from s, to z/

Let S, be the symmetric group of in letters. There exists an onto group homomorphism (a) from S, to S, 1. (b) from S, to S, (c) from S, to Z/5 (d) from S, to Z/4 ITIFR-2014]